Εμφανίζονται 1 - 20 Αποτελέσματα από 31 για την αναζήτηση '"рекурентні послідовності"', χρόνος αναζήτησης: 0,60δλ Περιορισμός αποτελεσμάτων
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    Academic Journal

    Πηγή: Актуальні проблеми автоматизації та інформаційних технологій; Том 25 (2021) ; Актуальные проблемы автоматизации и инфорационных технологий; Том 25 (2021) ; Actual problems of automation and information technology; Том 25 (2021) ; 2313-5301 ; 2312-119X ; 10.15421/43212501

    Περιγραφή αρχείου: application/pdf

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    Academic Journal

    Συγγραφείς: Яремчук, Ю. Є.

    Πηγή: Optoelectronic Information-Power Technologies; Vol. 28 No. 2 (2014); 17-21 ; Оптико-електроннi iнформацiйно-енергетичнi технологiї; Том 28 № 2 (2014); 17-21 ; 2311-2662 ; 1681-7893

    Περιγραφή αρχείου: application/pdf

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    Academic Journal
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    Academic Journal

    Πηγή: Ukrainian Information Security Research Journal; Vol. 15 No. 4 (2013); 394-378 ; Защита информации; Том 15 № 4 (2013); 394-378 ; Захист інформації; Том 15 № 4 (2013); 394-378 ; 2410-7840 ; 2221-5212

    Περιγραφή αρχείου: application/pdf

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    Academic Journal

    Πηγή: Ukrainian Information Security Research Journal; Vol. 15 No. 1 (2013); 56-62 ; Защита информации; Том 15 № 1 (2013); 56-62 ; Захист інформації; Том 15 № 1 (2013); 56-62 ; 2410-7840 ; 2221-5212

    Περιγραφή αρχείου: application/pdf

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    Academic Journal

    Πηγή: Ukrainian Information Security Research Journal; Vol. 14 No. 4 (57) (2012); 120-127 ; Защита информации; Том 14 № 4 (57) (2012); 120-127 ; Захист інформації; Том 14 № 4 (57) (2012); 120-127 ; 2410-7840 ; 2221-5212

    Περιγραφή αρχείου: application/pdf

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    Report
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    Academic Journal

    Συνεισφορές: Національний університет “Львівська політехніка”, Lviv Polytechnic National University

    Θέμα γεωγραφικό: Львів, Lviv

    Περιγραφή αρχείου: 27-33; application/pdf; image/png

    Relation: Computer Design Systems. Theory and Practice, 1 (1), 2019; https://arxiv.org/pdf/1707.09151.pdf; 1. Kosobutskyy P. Modelling of electrodynamic Systems by the Method of Binary Seperation of Additive Parameter in Golden Proportion. Jour. of Electronic Research and Application, 2019,3(3), р. 8–12; 2. Kosobutskyy P. et.al. Physical principles of Optimization of the Static Regime of a Cantilever-Type Powereffect Sensor with a Constant Rectangular Cross Section. Jour. of Electronic Research and Application, 2018, 2(5), р. 11–15.; 3. Vorobyov N. Fibonacci Numbers. Moscow,1961.; 4. R. Dunlap. The golden ratio and Fibonacci numbers. World Scientific Publishing Co. Pte. Ltd. 1997; 5. Vajda S. (1989) Fibonacci & Lucas Numbers, and the Golden Section. Theory and Applications. Ellis Horwood limited.; 6. Koshy T. (2001) Fibonacci and Lucas numbers with application, A Wiley-Interscience Publication: New York.; 7. Horadam A. Basic Properties of a Certain Generalized Sequence of Numbers. Fibonacci Quarterly, 3.3(1965), рр. 161–176.; 8. Larcombe P. Horadam Sequences: A Survey Update and Extension , Bulletin of the ICA, Vol. 80 (2017), 99–118.; 9. F. Gatta, A. D’amico. Sequences {Hn} for which Hn+1/Hn approaches the Golden Ratio. Fibonacci Quarterly, 46/47.4 (2008/2009), рр. 346–349.; 11. Szakacs T. K-order Linear Recursive Sequences and the Golden Ratio. Fibonacci Quarterly, 55.5 (2017), рр. 186–191.; 12. Shneider R. Fibonacci numbers and the golden ratio. VarXiv:1611.07384v1 [math.HO] 22 Nov 2016.; 1. Kosobutskyy P. Modelling of electrodynamic Systems by the Method of Binary Seperation of Additive Parameter in Golden Proportion. Jour. of Electronic Research and Application, 2019,3(3), r. 8–12; 2. Kosobutskyy P. et.al. Physical principles of Optimization of the Static Regime of a Cantilever-Type Powereffect Sensor with a Constant Rectangular Cross Section. Jour. of Electronic Research and Application, 2018, 2(5), r. 11–15.; 7. Horadam A. Basic Properties of a Certain Generalized Sequence of Numbers. Fibonacci Quarterly, 3.3(1965), rr. 161–176.; 9. F. Gatta, A. D’amico. Sequences {Hn} for which Hn+1/Hn approaches the Golden Ratio. Fibonacci Quarterly, 46/47.4 (2008/2009), rr. 346–349.; 11. Szakacs T. K-order Linear Recursive Sequences and the Golden Ratio. Fibonacci Quarterly, 55.5 (2017), rr. 186–191.; Kosobutskyy P. On the universal regularity of the numbers of generalized recurrence sequence and solutions to its characteristic equation of second order / P. Kosobutskyy // Computer Design Systems. Theory and Practice. — Lviv : Lviv Politechnic Publishing House, 2019. — Vol 1. — No 1. — P. 27–33.; https://ena.lpnu.ua/handle/ntb/55844

    Διαθεσιμότητα: https://ena.lpnu.ua/handle/ntb/55844

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